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Prime Tuple Database
Prime p0= 540630363990991931 starts a
Tuple of 12 consecutive primes, which form 6 twin primes (TPT).
dn: 0 2 16 2 40 2 76 2 10 2 4 2 (?)
an: 0 2 18 20 60 62 138 140 150 152 156 158
All 12 integers pn = p0+an = pn-1+dn are prime and there are no other primes in the gaps.
diameter: 158
Found by: phoenicis
db: batch=56, k=12, 16 40 76 10 4
dn: 0 2 16 2 40 2 76 2 10 2 4 2 (?)
an: 0 2 18 20 60 62 138 140 150 152 156 158
All 12 integers pn = p0+an = pn-1+dn are prime and there are no other primes in the gaps.
diameter: 158
Found by: phoenicis
db: batch=56, k=12, 16 40 76 10 4
| SPT(14) | 540630285956317651 | 0 52 66 70 100 120 156 196 232 252 282 286 300 352 | -78034674280 |
| STPT(10) | 540630295222228571 | 0 2 6 8 48 50 90 92 96 98 | -68768763360 |
| SPT(14) | 540630325203602087 | 0 2 12 20 26 60 90 122 152 186 192 200 210 212 | -38787389844 |
| SPT(14) | 540630338950613689 | 0 22 52 60 94 100 114 178 192 198 232 240 270 292 | -25040378242 |
| SPT(20) | 540630340733461421 | 0 2 18 32 170 198 200 212 230 240 260 270 288 300 302 330 468 482 498 500 | -23257530510 |
| SPT(14) | 540630355591318009 | 0 12 30 34 72 154 160 162 168 250 288 292 310 322 | -8399673922 |
| SPT(14) | 540630394212216523 | 0 4 34 70 96 108 138 166 196 208 234 270 300 304 | 30221224592 |
| SPT(14) | 540630411784584661 | 0 30 40 52 70 96 106 156 166 192 210 222 232 262 | 47793592730 |
| TPT(14) | 540630413390759759 | 0 2 18 20 42 44 72 74 90 92 132 134 138 140 | 49399767828 |
| SPT(14) | 540630418873589113 | 0 4 24 46 66 76 90 220 234 244 264 286 306 310 | 54882597182 |
| SPT(14) | 540630419130258143 | 0 44 56 60 86 128 140 144 156 198 224 228 240 284 | 55139266212 |
©2024 Tomáš Brada